Titlebook: Wave Dynamics, Mechanics and Physics of Microstructured Metamaterials; Theoretical and Expe Mezhlum A. Sumbatyan Book 2019 Springer Nature

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,Numerical Investigation of Effective Moduli of Porous Elastic Material with?Surface Stresses for Van the pore surface to reflect the size effect using the Gurtin–Murdoch model. One cell of a porous material in the form of a cube with one pore located in the center is considered. The objective of the study is to assess the influence of the pore shape and the magnitude of the scale factors on the e

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Electro-Magneto-Elastic Coupled Waves in Piezoactive Periodic Structures,e coupled wave process in piezoactive electro-magneto-elastic (MEE) structure and allowing solution of a new class of problems, in particular, the problems of propagation and internal resonance of electro-magneto-elastic waves in periodic MEE structures. For longitudinal lattice vibrations of opposi

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Non-linear Dynamics of Pantographic Fabrics: Modelling and Numerical Study,d model has been largely exploited to analyse the quasi-static behavior of pantographic materials. Here we propose to use a non-linear generalization of such a model for the description of a pantographic material dynamical behavior.

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Book 2019, and related physical properties. The authors use various mathematical and physical approaches to examine the mechanical properties inherent to particular types of metamaterials. These include:?.? Boundary value problems in reduced strain gradient elasticity for composite fiber-reinforced metamater

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1869-8433 ical properties inherent to particular types of metamaterialThis book addresses theoretical and experimental methods for exploring microstructured metamaterials, with a special focus on wave dynamics, mechanics, and related physical properties. The authors use various mathematical and physical appro

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,On the Equations of the Surface Elasticity Model Based on the Theory of?Polymeric Brushes,isotropic 2D strain gradient elasticity. The surface strain energy contains both first and second derivatives of the surface field of displacements. So it represents an intermediate class of 2D models of the surface elasticity such as Gurtin-Murdoch and Steigmann-Ogden ones.